![3,3-Dimethyl-3H-spiro[benzo[c]furan-1,4'-piperidine] hydrochloride](data:image/png;base64,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)
| Product Number | 4H44-5-74 |
| Synonyms | 3,3-Dimethyl-3H-spiro[2-benzofuran-1,4'-piperidine] hydrochloride |
| CAS | 1172717-60-0 |
| MDL Number | MFCD11869754 |
| Molecular Formula | C14H20ClNO |
| Molecular Weight | 253.77 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H44-5-74
CAS: 1172717-60-0
Molecule Weight: 253.77
Formula: C14H20ClNO
![3H-Spiro[isobenzofuran-1,4'-piperidine] hydrochloride](data:image/png;base64,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)
PN: 4H56-5-2T
CAS: 37663-44-8
Molecule Weight: 225.72
Formula: C12H16ClNO
![3H-Spiro[2-benzofuran-1,3'-pyrrolidine]](data:image/png;base64,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)
PN: 4H44-1-12
CAS: 57174-48-8
Molecule Weight: 175.231
Formula: C11H13NO
PN: 4H02-5-0B
CAS: 494795-78-7
Molecule Weight: 241.76
Formula: C13H20ClNO
TSCA: Not listed on TSCA inventory